Unitriangular factorisations of Chevalley groups
AV Smolensky, B Sury - arXiv preprint arXiv:1107.5414, 2011 - arxiv.org
Lately, the following problem has attracted a lot of attention in various contexts: find the
shortest factorisation $ G= UU^-UU^-... U^{\pm} $ of a Chevalley group $ G= G (\Phi, R) $ in …
shortest factorisation $ G= UU^-UU^-... U^{\pm} $ of a Chevalley group $ G= G (\Phi, R) $ in …
[PDF][PDF] Unitriangular factorisations of Chevalley groups
NA Vavilov, AV Smolensky, B Sury - 2011 - isibang.ac.in
2 NA VAVILOV, AV SMOLENSKY, B. SURY stability conditions, a similar result holds also for
twisted Chevalley groups. However, the analysis of twisted groups requires much more …
twisted Chevalley groups. However, the analysis of twisted groups requires much more …
[PDF][PDF] UNITRIANGULAR FACTORISATIONS OF CHEVALLEY GROUPS
NA VAVILOV, AV SMOLENSKY… - arXiv preprint arXiv …, 2011 - researchgate.net
The research of the first author was carried out in the framework of the RFFI projects 09-01-
00784,“Efficient generation in groups of Lie type”(PDMI RAS), 09-01-00878 “Overgroups of …
00784,“Efficient generation in groups of Lie type”(PDMI RAS), 09-01-00878 “Overgroups of …
Unitriangular factorisations of Chevalley groups
NA Vavilov, AV Smolensky, B Sury - arXiv, 2011 - dml.mathdoc.fr
Lately, the following problem has attracted a lot of attention in various contexts: find the
shortest factorisation $ G= UU^-UU^-... U^{\pm} $ of a Chevalley group $ G= G (\Phi, R) $ in …
shortest factorisation $ G= UU^-UU^-... U^{\pm} $ of a Chevalley group $ G= G (\Phi, R) $ in …
Unitriangular factorisations of Chevalley groups
NA Vavilov, AV Smolensky, B Sury - arXiv e-prints, 2011 - ui.adsabs.harvard.edu
Lately, the following problem has attracted a lot of attention in various contexts: find the
shortest factorisation $ G= UU^-UU^-... U^{\pm} $ of a Chevalley group $ G= G (\Phi, R) $ in …
shortest factorisation $ G= UU^-UU^-... U^{\pm} $ of a Chevalley group $ G= G (\Phi, R) $ in …
Unitriangular factorisations of Chevalley groups
NA Vavilov, AV Smolenskii - Zapiski Nauchnykh Seminarov POMI, 2011 - mathnet.ru
NA Vavilov, AV Smolensky, B. Sury, “Unitriangular factorisations of Chevalley groups”,
Problems in the theory of representations of algebras and groups. Part 21, Zap. Nauchn. Sem …
Problems in the theory of representations of algebras and groups. Part 21, Zap. Nauchn. Sem …
Unitriangular factorisations of Chevalley groups
A Smolensky - dipmat2.unisa.it
Unitriangular factorisations of Chevalley groups Page 1 Unitriangular factorisations of Chevalley
groups Andrei Smolensky Joint work with Nikolai Vavilov and B. Sury Ischia Group Theory …
groups Andrei Smolensky Joint work with Nikolai Vavilov and B. Sury Ischia Group Theory …